Answer: Cost of goods sold = $62500
Explanation:
Given that,
Sales revenue = $183,000
Ending inventory = $12,600
Beginning inventory = $15,600
purchases = $64,000
purchases discounts = $4,000
purchase returns and allowances = $1,500
freight-in = $1,000
freight-out = $500
Cost of goods sold = Beginning inventory + purchases - purchases discounts - purchase returns and allowances + freight-in - Ending inventory
= $15,600 + $64,000 - $4,000 - $1,500 + $1,000 - $12,600
= $62500
D) a Japanese stores selling tea and spices from South Asia
Answer:
INCREASE IN AVERAGE INVENTORY VALUE REQUIRED = $2.25 million
Explanation:
Inventory turnover will be determined as :
Inventory turnover = Annual sales ( at cost ) / Inventory value
Annual sales this year = $72million
Inventory turnover = 8 times
Therefore , Inventory value of current year = $72/8 =$ 9 MILLION
If annual sales ( at cost ) increases by 25%, Inventory value also has to increase by 25% to maintain the same inventory turnover ratio next year
Therefore , increase in average inventory value required = 25% of $9 million = $2.25 million
INCREASE IN AVERAGE INVENTORY VALUE REQUIRED = $2.25 million
Answer:
An open listing
Explanation:
In real estate an open listing is one in which the owner of a property contracts more than one agent to sell the property. The agent with the winning bid will eventually sell the property.
The opposite of this is the exclusive listing where the property owner only engages one agent to sell the property.
In the given scenario the builder feels that it is no longer necessary to have his onsite sales agent market these properties and decides to list the properties with a local brokerage firm. Thereby allowing all of the local firms to market these properties.
This is an open listing
Answer:
$50.57 ; $175,573.6
Explanation:
The computation of the fixed and variable portions of overhead costs based on machine-hours using high low method is shown below:
Variable cost per hour = (High Overhead cost - low overhead cost) ÷ (High machine hours - low service hours)
= ($581,145 - $503,775) ÷ (8,020 hours - 6,490 hours)
= $77,370 ÷ 1,530 hours
= $50.57
Now the fixed cost equal to
= High overhead cost - (High machine hours × Variable cost per hour)
= $581,145 - (8,020 hours × $50.57)
= $581,145 - $405,571.4
= $175,573.60